041-308a_eng (2024)

%PDF-1.4%âãÏÓ1 0 obj<>endobj575 0 obj<>stream application/pdf <alt> <li xml:lang="x-default">041-308a_eng</li> </alt> Adobe Illustrator CS3 2011-09-07T16:50:35-04:00 2011-09-07T16:50:36-04:00 2011-09-07T16:50:36-04:00

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*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*ckdCGLc19O2RS3Qf*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*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*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*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*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*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    • uuid:835CC7FD92D9E01197B490DE01369551 uuid:e9ece6be-1de7-4922-a6ae-a43d282e888e uuid:0966741556D9E01197B490DE01369551 uuid:02084F061AB9E011BB0EE4437DFBCE31 1 True True 11.000000 17.000000 Inches
  • HelveticaNeueLTStd-Lt Helvetica Neue LT Std 45 Light Open Type OTF 1.029;PS 001.002;Core 1.0.33;makeotf.lib1.4.1585 False HelveticaNeueLTStd-Lt.otf
  • HelveticaNeueLTStd-Cn Helvetica Neue LT Std 57 Condensed Open Type Version 2.035;PS 002.000;hotconv 1.0.51;makeotf.lib2.0.18671 False HelveticaNeueLTStd-Cn.otf
  • HelveticaNeueLTStd-Md Helvetica Neue LT Std 65 Medium Open Type OTF 1.029;PS 001.002;Core 1.0.33;makeotf.lib1.4.1585 False HelveticaNeueLTStd-Md.otf
  • HelveticaNeueLTStd-Hv Helvetica Neue LT Std 85 Heavy Open Type OTF 1.029;PS 001.002;Core 1.0.33;makeotf.lib1.4.1585 False HelveticaNeueLTStd-Hv.otf
  • HelveticaNeueLTStd-MdIt Helvetica Neue LT Std 66 Medium Italic Open Type OTF 1.029;PS 001.103;Core 1.0.33;makeotf.lib1.4.1585 False HelveticaNeueLTStd-MdIt.otf
  • HelveticaNeueLTStd-Roman Helvetica Neue LT Std 55 Roman Open Type OTF 1.029;PS 001.103;Core 1.0.33;makeotf.lib1.4.1585 False HelveticaNeueLTStd-Roman.otf
  • HelveticaNeueLTStd-Bd Helvetica Neue LT Std 75 Bold Open Type OTF 1.029;PS 001.102;Core 1.0.33;makeotf.lib1.4.1585 False HelveticaNeueLTStd-Bd.otf
  • HelveticaNeueLTStd-LtIt Helvetica Neue LT Std 46 Light Italic Open Type OTF 1.029;PS 001.004;Core 1.0.33;makeotf.lib1.4.1585 False HelveticaNeueLTStd-LtIt.otf
  • ArialMT Arial Regular Open Type Version 3.00 False ARIAL.TTF
  • acdc acdc~- Regular TrueType Version 1.00 February 4, 2011, initial release False ACDC.TTF
  • Cyan
  • Magenta
  • Yellow
  • Black
    •
  • Default Swatch Group 0
  • White CMYK PROCESS 0.000000 0.000000 0.000000 0.000000
  • Black CMYK PROCESS 74.901998 67.843097 67.058802 90.196097
  • Charcoal CMYK PROCESS 67.843097 60.784298 60.000002 47.450995
  • Graphite CMYK PROCESS 59.607798 51.372600 50.588202 19.999999
  • Ash CMYK PROCESS 47.450995 39.215696 39.607799 3.529400
  • Smoke CMYK PROCESS 30.980396 24.705899 25.098002 0.000000
  • Latte CMYK PROCESS 10.196102 26.666701 42.352903 0.000000
  • Capuccino CMYK PROCESS 15.686297 43.529403 74.509799 0.784302
  • Mochaccino CMYK PROCESS 35.294104 60.784298 95.686299 24.705899
  • Chocolate CMYK PROCESS 45.490199 64.705902 92.156899 49.411798
  • Mars Red CMYK PROCESS 26.274502 100.000000 100.000000 29.803896
  • Ruby CMYK PROCESS 16.862702 100.000000 100.000000 8.627498
  • Pure Red CMYK PROCESS 0.000000 99.215698 100.000000 0.000000
  • Pumpkin CMYK PROCESS 0.000000 88.235301 100.000000 0.000000
  • Squash CMYK PROCESS 0.000000 61.960799 100.000000 0.000000
  • Sunshine CMYK PROCESS 0.000000 26.666701 100.000000 0.000000
  • Yellow CMYK PROCESS 6.274498 0.000000 96.470600 0.000000
  • Chartreuse Green CMYK PROCESS 25.098002 0.000000 100.000000 0.000000
  • Fresh Grass Green CMYK PROCESS 47.843099 0.000000 100.000000 0.000000
  • Pure Green CMYK PROCESS 62.745100 0.000000 100.000000 0.000000
  • Spearmint CMYK PROCESS 83.137298 7.843101 100.000000 0.784302
  • Holly Green CMYK PROCESS 89.803898 32.549000 100.000000 24.313700
  • Sea Green CMYK PROCESS 91.764700 48.235297 59.215701 34.117699
  • Caribbean Blue CMYK PROCESS 88.627499 45.097995 30.588198 5.490202
  • Mediterranean Blue CMYK PROCESS 77.254897 18.823498 13.725501 0.000000
  • Aloha Blue CMYK PROCESS 91.372502 65.490198 0.000000 0.000000
  • Black Light Blue CMYK PROCESS 85.490197 72.156900 0.000000 0.000000
  • Pure Blue CMYK PROCESS 88.235301 76.862699 0.000000 0.000000
  • Sapphire Blue CMYK PROCESS 89.411801 84.313703 0.000000 0.000000
  • Tanzanite CMYK PROCESS 83.921599 84.313703 0.000000 0.000000
  • Brilliant Purple CMYK PROCESS 77.254897 84.705901 0.000000 0.000000
  • Violet CMYK PROCESS 65.490198 85.490197 0.000000 0.000000
  • Purple Orchid CMYK PROCESS 50.196099 86.274499 0.000000 0.000000
  • Fuschia CMYK PROCESS 26.274502 90.588200 0.000000 0.000000
  • Global Pure Red PROCESS 100.000000 CMYK 0.000000 99.215698 100.000000 0.000000
  • Global Squash PROCESS 100.000000 CMYK 0.000000 61.960799 100.000000 0.000000
  • Global Yellow PROCESS 100.000000 CMYK 6.274500 0.000000 96.470600 0.000000
  • Global Pure Green PROCESS 100.000000 CMYK 62.745100 0.000000 100.000000 0.000000
  • Global Mediterranean Blue PROCESS 100.000000 CMYK 77.254897 18.823500 13.725500 0.000000
  • Global Pure Blue PROCESS 100.000000 CMYK 88.235301 76.862699 0.000000 0.000000
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